World's Best Scientists 2026 revealed!

Overview

C. McA. Gordon is affiliated with The University of Texas at Austin in the United States. Their professional profile includes contributions to academic research, although specific details regarding recent papers, co-authors, and publication venues are not available.

The scientist's research portfolio does not list any specific recent papers or publications, which makes detailed analysis of their work in terms of topics and study fields unavailable at this time.

There is no publicly available information regarding co-authors regularly collaborating with C. McA. Gordon, nor are there records of frequent publication venues associated with their work.

Information on books authored, subfields of study, and the main topics of research is not documented in the provided data.

Data regarding awards or honors received by C. McA. Gordon are also not available, and there is no indication that they are deceased.

Current available data restricts detailed insights into the scientist's areas of study, publication impact, or collaborative networks within the academic community.

Best Publications

  • Knots are determined by their complements

    C. McA. Gordon;J. Luecke

  • Reducing heegaard splittings

    A.J. Casson;C.McA. Gordon

  • Knots and links in spatial graphs

    J. H. Conway;C. McA. Gordon

  • On the signature of a link

    C. Mca. Gordon;R. A. Litherland

  • Dehn surgery and satellite knots

    C. McA. Gordon

  • Reducible manifolds and Dehn surgery

    C.McA. Gordon;J. Luecke

  • Incompressible planar surfaces in 3-manifolds

    C.McA. Gordon;R.A. Litherland

  • Dehn surgeries on knots creating essential tori, II

    C. McA. Gordon;J. Luecke

  • Only integral Dehn surgeries can yield reducible manifolds

    C. McA. Gordon;J. Luecke

  • Ribbon Concordance of Knots in the 3-Sphere.

    C. McA Gordon

  • Signatures of Covering Links

    C. Mca. Gordon;R. A. Litherland;K. Murasugi

  • Non-integral Toroidal Dehn Surgeries

    John Luecke;C. McA. Gordon

  • Knots, homology spheres, and contractible 4-manifolds

    C.McA. Gordon

  • TANGLE DECOMPOSITIONS OF TUNNEL NUMBER ONE KNOTS AND LINKS

    C. McA. Gordon;A.W. Reid

  • Knots whose branched cyclic coverings have periodic homology

    C. McA. Gordon

  • Surface subgroups of Coxeter and Artin groups

    C.McA. Gordon;D.D. Long;A.W. Reid

  • A loop theorem for duality spaces and fibred ribbon knots

    A. J. Casson;C. McA Gordon

  • Dehn surgery on knots

    Marc Culler;C. McA. Gordon;J. Luecke;Peter B. Shalen

  • Cyclic normal subgroups of fundamental groups of 3-manifolds

    C.McA. Gordon;Wolfgang Heil

  • CHAPTER 15 – 3-Dimensional Topology up to 1960

    C.McA. Gordon

Frequent Co-Authors

John H. Conway
John H. Conway Princeton University

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